This paper proposes a new semi-analytical solution of the Schr¨odinger equation with Gaussian well. The approach is based on the harmonic oscillator and yields both the energy and the wave function for any specific eigenstate. Furthermore, the semi-analytical solution is compared to methods found in the literature and the Split-Operator method and deemed accurate
the article reveals possibilities of using hermite polynomials and related hermite weber functions t...
For an operator A and scalar 8, the equation Af = 8f is a typical expression of the eigenvalue probl...
We consider the Schrödinger equation with pseudo-Gaussian potential and point out that it is basical...
The father of quantum mechanics, Erwin Schrodinger, was one of the most important figures in the dev...
A usual step in solving totally Schrodinger equation is to try first the case when dimensionless pos...
We present some physically interesting, in general non-stationary, one-dimensional solutions to the ...
Treball Final de Grau en Química. Codi: QU0943. Curs acadèmic: 2019/2020Quantum chemistry is a centr...
summary:The radial Schrödinger equation with an attractive Gaussian potential and a general angular ...
summary:The radial Schrödinger equation with an attractive Gaussian potential and a general angular ...
We discuss in this paper a recently proposed analytical formula for the eigenvalues of the Gaussia...
We discuss a recently proposed analytical formula for the eigenvalues of the Gaussian well and compa...
We propose a new approach to the problem of nding the eigenvalues (energy levels
Exact solution of Schrodinger equation for the pseudoharmonic potential is obtained for an arbitrary...
It is apparent to anyone who thinks about it that, to a large degree, the basic concepts of Newtonia...
Using the post-Gaussian trial functions, we calculate the variational solutions to the quantum-mecha...
the article reveals possibilities of using hermite polynomials and related hermite weber functions t...
For an operator A and scalar 8, the equation Af = 8f is a typical expression of the eigenvalue probl...
We consider the Schrödinger equation with pseudo-Gaussian potential and point out that it is basical...
The father of quantum mechanics, Erwin Schrodinger, was one of the most important figures in the dev...
A usual step in solving totally Schrodinger equation is to try first the case when dimensionless pos...
We present some physically interesting, in general non-stationary, one-dimensional solutions to the ...
Treball Final de Grau en Química. Codi: QU0943. Curs acadèmic: 2019/2020Quantum chemistry is a centr...
summary:The radial Schrödinger equation with an attractive Gaussian potential and a general angular ...
summary:The radial Schrödinger equation with an attractive Gaussian potential and a general angular ...
We discuss in this paper a recently proposed analytical formula for the eigenvalues of the Gaussia...
We discuss a recently proposed analytical formula for the eigenvalues of the Gaussian well and compa...
We propose a new approach to the problem of nding the eigenvalues (energy levels
Exact solution of Schrodinger equation for the pseudoharmonic potential is obtained for an arbitrary...
It is apparent to anyone who thinks about it that, to a large degree, the basic concepts of Newtonia...
Using the post-Gaussian trial functions, we calculate the variational solutions to the quantum-mecha...
the article reveals possibilities of using hermite polynomials and related hermite weber functions t...
For an operator A and scalar 8, the equation Af = 8f is a typical expression of the eigenvalue probl...
We consider the Schrödinger equation with pseudo-Gaussian potential and point out that it is basical...
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